There are many accessible projects (involving mathematics, scientific computing, experimental mathematics, software development, etc.) which students can work on. If you would like more information, please contact me at richard.low@sjsu.edu

For Masters students who are looking for potential writing project topics (and an advisor), please contact me at richard.low@sjsu.edu

Current projects underway (2021-2022):

Low, R.M. and Kapbasov, A., Graph Ramsey theory.

Here are some papers, co-authored with students who worked on past projects:

Low, R.M., Kapbasov, A., Kapbasov, Arman and Bereg, S., Computation of new diagonal graph Ramsey numbers. *Electron. J. Graph Theory Appl. ***10 **(2022), no. 2, 575-588.

Low, R.M., Kapbasov, A., Kapbasov, Arman, Locke, S.C. and Chan, W.H., A codex of N- and P-positions in Harary’s ‘Caterpillar Game’. *Integers. ***21** (2021), #G1, 26pp. (electronic).

Stavrou, S.G., Low, R.M. and Hernandez, N.J., Corrigendum to “Rank classification of 2 x 2 x 2 x 2 x 2 tensors over F_{2}”. *Linear Multilinear Algebra. ***66 **(2018), no. 3, 514-515.

Low, R.M. and Kapbasov, A., Non-attacking bishop and king positions on regular and cylindrical chessboards. *J. Integer Seq. ***20** (2017), no. 6, Art. 17.6.1, 26 pp.

Stavrou, S.G., Low, R.M. and Hernandez, N.J., Rank classification of 2 x 2 x 2 x 2 x 2 tensors over F_{2}. *Linear Multilinear Algebra. ***64 **(2016), no. 11, 2297-2312.

Kanungo, S. and Low, R.M., Further analysis on the “king and rook vs. king on a quarter-infinite board” problem. *Integers. ***7 **(2007), #G9, 7pp. (electronic).